BOZKURT, F. Et Al. 2015. STABILITY ANALYSIS OF A FRACTIONAL ORDER DIFFERENTIAL EQUATIN MODEL OF A BRAIN TUMOR GROWTH DEPENDING ON THE DENSITY. APPLIED AND COMPUTATIONAL MATHEMATICS , vol.14, no.1 , 50-62.

BOZKURT, F., Abdeljawad, T., & Hajji, M. A., (2015). STABILITY ANALYSIS OF A FRACTIONAL ORDER DIFFERENTIAL EQUATIN MODEL OF A BRAIN TUMOR GROWTH DEPENDING ON THE DENSITY. APPLIED AND COMPUTATIONAL MATHEMATICS , vol.14, no.1, 50-62.

BOZKURT, FATMA, Thabet Abdeljawad, And M. A. Hajji. "STABILITY ANALYSIS OF A FRACTIONAL ORDER DIFFERENTIAL EQUATIN MODEL OF A BRAIN TUMOR GROWTH DEPENDING ON THE DENSITY," APPLIED AND COMPUTATIONAL MATHEMATICS , vol.14, no.1, 50-62, 2015

BOZKURT, FATMA B. Et Al. "STABILITY ANALYSIS OF A FRACTIONAL ORDER DIFFERENTIAL EQUATIN MODEL OF A BRAIN TUMOR GROWTH DEPENDING ON THE DENSITY." APPLIED AND COMPUTATIONAL MATHEMATICS , vol.14, no.1, pp.50-62, 2015

BOZKURT, F. Abdeljawad, T. And Hajji, M. A. (2015) . "STABILITY ANALYSIS OF A FRACTIONAL ORDER DIFFERENTIAL EQUATIN MODEL OF A BRAIN TUMOR GROWTH DEPENDING ON THE DENSITY." APPLIED AND COMPUTATIONAL MATHEMATICS , vol.14, no.1, pp.50-62.

@article{article, author={FATMA BOZKURT YOUSEF Et Al. }, title={STABILITY ANALYSIS OF A FRACTIONAL ORDER DIFFERENTIAL EQUATIN MODEL OF A BRAIN TUMOR GROWTH DEPENDING ON THE DENSITY}, journal={APPLIED AND COMPUTATIONAL MATHEMATICS}, year=2015, pages={50-62} }